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Q: How do you find mass given work and distance?

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Work = force x distance IN THE DIRECTION OF THE FORCE You've probably been given a question where you are lifting something up? Then in that case, the force is gravity. If you're not working against a force, figuring out work with just mass and distance is impossible.

You can't. Work is (force) times (distance), so you have to know something about the force. Just knowing the mass doesn't tell you anything about the force ... unless there's actually something else about the mass that you've overlooked.

You don't

power=work done/time interval

You cannot. You do not have the necessary information.

The formula for finding work is: Work = force X distance. To find distance, you must divide both sides by force. After simplifying the equation, the new equation will read: distance = work divided by force

First you have to find the force F=(mass/weight of object)*(9.8) Once you find force Work=(Force)*(Distance) Your answer will be in joules

The work done on an object is w= (f)orce.(d)istance = fd.

Force on the box = (weight) = (mass) x (gravity)Work = (force) x (distance) = (mass x gravity) x (distance)Mass = (work) / (gravity x distance)= (5000) / (9.8 x 16) = 31.888 kg (rounded)

Work is mass*acceleration*distance. On earth, the acceleration of gravity is 9.8 meters per second squared, so the work of gravity is 9.8*mass*distance.

Work = mass x acceleration x distance. If mass is in Kilograms, acceleration is in meters/second2, and distance is in meters than Work will be in joules. Also E=I2R

An object's speed is (distance it travels) divided by (time to cover the distance). The object's mass doesn't matter at all.

If you're given 'power', then you don't even need to know the 'mass'.Work done = (power) multiplied by (length of time it continued)

First Find the Force Acting on Body take a = 9.8m/s F=ma Second Work Done = Force x Displacement Answer will be in Joules

Work = (force) times (distance) = (mass) x (gravity) x (distance) = (21) (9.8) (7) = 1,440.6 joules

With the angle of elevation, one can find the change in height of an object after it has traveled a given distance, and vice versa.

The silly answere is, "Weigh it". However, I suspect that the question is about a mass which is in free-fall, and therefore has no measurable weight. The mass might be measured by finding out how it accelerates. Simply, we fix the mass to a wall. Then we attach a spring to it and stretch the spring to a certain distance. Then we release the mass from the wall and time how long it takes to go a given distance, subject to the pull of the spring. As we know the force of the spring at every point of the journey and the time of the journey, using acceleration and velocity equations we can work out the mass.

You need one more "given": the time, i.e., how long it takes you. Work = distance x force, and power = work / time. Thus, you get: power = distance x force / time

W = f.s Work = force x distance w in neuton metres

W=Fd so when you divide both sides by Force and Work and take the reciprocal you get the equation F=W/d -Joshua Garrison

Force and distance. In physics, work is defined as the amount of energy transferred by a force acting through a given amount of distance.

If the mass is already moving, then no force is required to move it any desired distance,and if it's not moving, then any force will start it moving. We'll say that there's no definiterelationship between force, mass, and distance.

mass = volume x density mass = force / acceleration mass = work / (acceleration x distance)

Work = force x distance.

Work = (force) x (distance). Time is not involved.But if that amount of work was done in that amount of time, then(force) x (distance)/(time) is the average power during that time.